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) 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Spectra S / TEM series covers a group of microscopes applicable to the analysis of various materials and semiconductors.
Spectra Ultra TEM has the capabilities of a combined scanning and transmission microscope - S / TEM.
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Spectra 200 and Spectra 300 TEM are available in TEM and STEM variants тоо.
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The energy range of the system depends on how it is configured, as the measurement in a given range is done with one measurement